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Patent drawing for Efficient quadratic ising hamiltonian generation with qubit reduction
US 11,556,830 B2
Machine learning US 11,556,830 B2 Not in force

Efficient quadratic ising hamiltonian generation with qubit reduction

This invention outlines a software system designed to prepare complex optimization problems for quantum computers. It works by transforming the problem's variables and constraints into a specific mathematical format, known as a quadratic pseudo-boolean optimization problem. The system then automatically reduces the number of variables required, which is essential for efficiently running these problems on quantum hardware where computing units (qubits) are often limited. The claims focus on a system with components for problem formulation and variable reduction.

Why it matters: Since 2019, quantum computing hardware has advanced, making practical quantum optimization more accessible but also emphasizing the persistent challenge of limited qubit availability. This invention's automated qubit reduction for Ising Hamiltonians remains highly relevant for efficiently mapping complex problems onto current and near-term quantum devices.

Status
Not in forceListed as no longer active. The specific reason is not in the record we hold.
How hard to build
SpecializedQuantum optimization algorithms, software logic

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